ABSTRACT: The talk will be a survey of self-injective Koszul algebras. The radical cube zero case and its application to the preprojective algebra will be covered in some detail. For the general case, it will be proved that a Koszul algebra is self-injective if and only if its Yoneda algebra is generalized Auslander regular.

For further information contact Alex Martsinkovsky <alexmart@neu.edu>